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Why is 42 not on the fibonacci sequence This must be fixed asap
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Ramanujan found extremely interesting continued fraction which connects Golden Ratio φ=(1+√5)/2 (limit of the ratios of successive terms of the Fibonacci sequence), π and epic.twitter.com/9Pr4MSB1mI
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you can't, since it doesn't work afterwards :p it's just that √e is a rough approximation of phi.
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How do you round up 20.0 to 21 or you just want to change it to fit what you want
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My initial thoughts too. Would have made more sense to say take ceiling(n) (but not everyone is familiar wit the terminology).
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Most actually don't round up exactly. They round up to n-1 (where n is a number in Fibonacci Sequence).
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phi ~= sqrt(e)
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You are welcome. Yes, if you don't go further from what they teach you basically, you cannot see all the rest and in Fibonacci sequence is truly useful, that you go further. For example: 0-1.6-1.6-3.2-4.8-8-12.8-20.8-33.6-54.4-88-142.4-230.4... base of great pyramid, 2.5x144=360°
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This is, how this work and what patterns does this create... The last picture shows the cycles and in this you must understand, how important is 0, because if you don't, then you cannot create the whole cycle.
pic.twitter.com/t5sDKHE74A
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